Members' Colloquium

Recent Progress on the Problem of Compact Quotients

The so-called Problem of Compact Quotients asks for which homogeneous spaces G/H there exists a discrete subgroup Gamma of G such that Gamma\G/H is a compact manifold. We will discuss this problem, and describe recent progress on it arising from making links with Anosov subgroups, an important class of discrete subgroups of Lie groups that are often « thinner » and more « flexible » than lattices.

Date & Time

April 15, 2024 | 2:00pm – 3:00pm


Simonyi 101 and Remote Access

Event Series


Meeting ID: 874 6951 4935 

Passcode: 483357